This work presents a survey of computational methods for adhesive contact focusing on
general continuum mechanical models for attractive interactions between solids that are …

ABSTRACT A Bayesian regularization-backpropagation neural network (BR-BPNN) model
is employed to predict some aspects of the gecko spatula peeling, viz. the variation of the …

Discrete element methods can be based on either penalties or impulses to resolve
collisions. A generic impulse based method, the energy tracking method (ETM), is described …

This work introduces a new integration scheme in the field of Stochastic Geometric
Integration on Manifolds, dedicated to precise modeling of real-world dynamic phenomena …

In this paper, an energy-momentum method for geometrically exact Timoshenko-type beam
is proposed. The classical time integration schemes in dynamics are known to exhibit …

Simulation of dynamic adhesive peeling problems at small scales has attracted little
attention so far. These problems are characterized by a highly nonlinear response. Accurate …

Numerical solution of adhesive peeling problems presents significant computational
challenges. This is due to the large peeling stresses that occur in the very narrow zone …

This paper analyzes the dynamic response of space and plane trusses with geometrical and
material nonlinear behaviors using different time integration algorithms, considering an …

It is known that during the simulation of the adhesive contact problems highly nonlinear
responses of interaction forces occur within the very narrow adhesive zone. It leads to the …

We develop a class of C1‐continuous time integration methods that are applicable to
conservative problems in elastodynamics. These methods are based on Hamilton's law of …